Calculating Falling Objects: GPE, KE and Speed

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To calculate the gravitational potential energy (GPE) of a 57g tennis ball dropped from 90cm, use the formula GPE = mass x gravity x height, resulting in 0.5 Joules. The kinetic energy (KE) of the ball as it lands is equal to the GPE at the drop height, also 0.5 Joules, assuming no energy loss. The vertical speed of the ball upon impact can be determined using the equation v = √(2gh), yielding a speed of approximately 4.24 m/s. Participants in the discussion emphasize the importance of showing initial problem-solving efforts to receive guidance. Engaging with key concepts like potential energy, kinetic energy, and vertical speed is crucial for understanding the physics involved.
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I have some questions which I don't understand.

Assume that all questions take place chose to surface of earth
gravity = 10n/kg

1) a 57g tennis ball is dropped from a height of 90cm

a) What is the gravitational potential energy of the tennis ball before it is dropped?
b) What is the kinetic energy of the ball as it lands?
c) What is the vertical speed of the ball as it lands on the ground?

Help of any kind would be appreciated
 
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First, in order to receive help, you must show some effort at solving your problem.

Second, there are key terms in the OP which you can look up or should have some notes on, like 'potential energy', 'kinetic energy', and 'vertical speed' of falling objects.
 
As SteamKing pointed out, you have to show us how you approached the problem that led you astray. We will not just give you the answer. We can point you in the correct direction, though. Is there anything that you tried to do? If so, show us your work and we can see where you may have gone wrong.
 
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